The Universal Set Is The Set Of Rational Numbers. S Is The Set Of Integers. Which Represents Sc?

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The Universal Set Is The Set Of Rational Numbers. S Is The Set Of Integers. Which Represents Sc?. S is the set of integers. Since u is the set of rational numbers and s is the set of integers, the complement s ′ will represent all rational numbers that are not integers.

Universal Set (video lessons, examples, solutions)
Universal Set (video lessons, examples, solutions) from www.onlinemathlearning.com

Set u represents the universal set, which is the the set of all rational numbers, whereas set s represents the set of all integers. S is the set of integers. The universal set is the set of rational numbers.

Here, The Universal Set Is The Set Of Rational Numbers, Denoted As Q, And The Set S Is The Set Of Integers, Denoted As Z.


The universal set is usually denoted by u, and all its subsets by the letters a, b, c, etc. Set u represents the universal set, which is the the set of all rational numbers, whereas set s represents the set of all integers. Therefore, the complement of s, written as sc, includes all.

The Universal Set Is The Set Of Rational Numbers.


Sc is the complement of the set s. S is the set of integers. Since u is the set of rational numbers and s is the set of integers, the complement s ′ will represent all rational numbers that are not integers.

S ′ = U − S.


The set of real numbers is the universal set for the set of integers, the set of rational numbers, the set of natural numbers, and the set of whole numbers. For example, for the set of all integers, the universal set can be the set of rational numbers or, for.

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